Dynamic image correction and wavefront sensing with a digital holographic sensor using 4D implicit neural representations

In this work, we develop a dynamic framework for image sharpening and wavefront sensing from a video sequence of data collected by a digital holographic sensor. We build on recent progress using Implicit Neural Representations (INRs) to model complex phase aberrations caused by atmospheric turbulence. INRs leverage unsupervised learning to form a continuous functional representation of the phase aberrations due to turbulence. In this work, we extend our framework from modeling 3D wavefronts from single DH measurements (consisting of three spatial coordinates, <i>x, y, z</i>), to modeling 4D wavefronts from a time sequence of DH measurements (consisting of three spatial coordinates plus time, <i>x, y, z, t</i>). By introducing additional time-varying measurements, we can learn dynamic behavior of the atmospheric turbulence. Additionally, this temporal information helps to better constrain our under determined estimation problem, improving estimation quality. We demonstrate these benefits using wave-optics simulations.

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Publication Details

Published
2025-09-18
DOI
https://doi.org/10.1117/12.3063178
Primary Topic
Image Processing Techniques and Applications
Type
article
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article

Dynamic image correction and wavefront sensing with a digital holographic sensor using 4D implicit neural representations

Tyler J. Hardy, Casey J. Pellizzari, Robert Lloyd, Mark Spencer
Image Processing Techniques and Applications
article

Dynamic image correction and wavefront sensing with a digital holographic sensor using 4D implicit neural representations

Tyler J. Hardy, Casey J. Pellizzari, Robert Lloyd, Mark Spencer
article en

Abstract

In this work, we develop a dynamic framework for image sharpening and wavefront sensing from a video sequence of data collected by a digital holographic sensor. We build on recent progress using Implicit Neural Representations (INRs) to model complex phase aberrations caused by atmospheric turbulence. INRs leverage unsupervised learning to form a continuous functional representation of the phase aberrations due to turbulence. In this work, we extend our framework from modeling 3D wavefronts from single DH measurements (consisting of three spatial coordinates, <i>x, y, z</i>), to modeling 4D wavefronts from a time sequence of DH measurements (consisting of three spatial coordinates plus time, <i>x, y, z, t</i>). By introducing additional time-varying measurements, we can learn dynamic behavior of the atmospheric turbulence. Additionally, this temporal information helps to better constrain our under determined estimation problem, improving estimation quality. We demonstrate these benefits using wave-optics simulations.

United States Air Force Academy (US)
Openalex Percentile: Top 63%
Image Processing Techniques and Applications
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